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Transformers are essential components in electrical power systems, transferring power between different voltage levels. One critical parameter to consider when designing and operating these systems is the fault level on the secondary side of a transformer. Knowing the fault level is essential for proper protective device selection and coordination.
The page will guide you through the process of calculating the fault level on the secondary side of a three-phase transformer using percentage impedance.
Step 1: Gather the necessary data
To calculate the fault level, you will need the following information:
Note: we will not be using the primary voltage, as we are assuming an infinite fault level on the transformer primary (network impedance = zero).
The secondary side fault current (Isc) using this formula can be found using the following formula:
Ib=TransformerkVA×1000V2×3×Z%100 Ampere
The fault level on the secondary side in MVA is given by:
FaultLevel(MVA)=Isc×V2×31,000,000
Let's go through an example calculation using the following data for a three-phase transformer:
Isc=1000×1000400×3×6/100≈24056 A ≈ 24.1 kA FaultLevel=24056×400×31,000,000≈16.6 MVA
Isc=1000×1000400×3×6/100≈24056 A ≈ 24.1 kA
FaultLevel=24056×400×31,000,000≈16.6 MVA
In this example, the fault level on the secondary side of the three-phase transformer is approximately 70.87 MVA.
If you need to calculate transformer secondary fault levels, you can use our online calculator. Using the calculator, you can determine the transformer's secondary three-phase fault current using an infinite or known fault level on the primary.